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Raja, Matias

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Author ID: raja.matias Recent zbMATH articles by "Raja, Matias"
Published as: Raja, M.; Raja, Matías; Raja, Matias
Documents Indexed: 40 Publications since 1979

Publications by Year

Citations contained in zbMATH Open

31 Publications have been cited 180 times in 51 Documents Cited by Year
Kadec norms and Borel sets in a Banach space. Zbl 0935.46021
Raja, M.
17
1999
Locally uniformly rotund norms. Zbl 1031.46022
Raja, M.
17
1999
Distance to spaces of continuous functions. Zbl 1118.46012
Cascales, B.; Marciszewski, W.; Raja, M.
15
2006
Weak\(^*\) locally uniformly rotund norms and descriptive compact spaces. Zbl 1024.46005
Raja, M.
14
2003
On dual locally uniformly rotund norms. Zbl 1024.46004
Raja, M.
13
2002
Descriptive compact spaces and renorming. Zbl 1101.46014
Oncina, L.; Raja, M.
12
2004
Finitely dentable functions, operators and sets. Zbl 1183.46018
Raja, Matias
10
2008
On weak\(^*\) uniformly Kadec-Klee renormings. Zbl 1195.46010
Raja, M.
10
2010
Dentability indices with respect to measures of non-compactness. Zbl 1139.46023
Raja, M.
7
2007
On some class of Borel measurable maps and absolute Borel topological spaces. Zbl 1026.54039
Raja, M.
6
2002
Splitting-up technique for Burgers’ equations. Zbl 0432.35071
Jain, P. C.; Raja, M.
6
1979
Super WCG Banach spaces. Zbl 1351.46010
Raja, M.
6
2016
Asymptotic and coarse Lipschitz structures of quasi-reflexive Banach spaces. Zbl 1418.46009
Lancien, G.; Raja, M.
5
2018
Szlenk indices of convex hulls. Zbl 1367.46009
Lancien, G.; Procházka, A.; Raja, M.
5
2017
On asymptotically uniformly smooth Banach spaces. Zbl 1282.46014
Raja, M.
4
2013
Weakly metrizability of spheres and renormings of Banach spaces. Zbl 1345.46005
Ferrari, S.; Orihuela, J.; Raja, M.
4
2016
First Borel class sets in Banach spaces and the asymptotic-norming property. Zbl 1065.46010
Raja, M.
3
2003
Bounded tightness for weak topologies. Zbl 1081.46001
Cascales, B.; Raja, M.
3
2004
Compact spaces of Szlenk index \(\omega\). Zbl 1257.46007
Raja, M.
3
2012
Radon-Nikodým indices and measures of weak noncompactness. (Radon-Nikodým indexes and measures of weak noncompactness.) Zbl 1319.46014
Cascales, B.; Pérez, A.; Raja, M.
3
2014
Generalized metric properties of spheres and renorming of Banach spaces. Zbl 1433.46007
Ferrari, Simone; Orihuela, José; Raja, Matías
3
2019
Conditionality constants of quasi-greedy bases in super-reflexive Banach spaces. Zbl 1334.41043
Albiac, F.; Ansorena, J. L.; Garrigós, G.; Hernández, E.; Raja, M.
3
2015
Continuity at the extreme points. Zbl 1165.46001
Raja, M.
2
2009
Measurable selectors for the metric projection. Zbl 1051.41017
Cascales, B.; Raja, M.
2
2003
Two applications of smoothness in \(C(K)\) spaces. Zbl 1322.46010
Raja, Matías
1
2014
Numerical solution of an electrically conducting viscous incompressible fluid. Zbl 0505.76127
Raja, M.; Jain, P. C.
1
1983
Embedding \(\ell_1\) as Lipschitz functions. Zbl 1077.46007
Raja, M.
1
2005
Scalar boundedness of vector-valued functions. Zbl 1242.28019
Raja, Matías; Rodríguez, José
1
2012
On strong asymptotic uniform smoothness and convexity. Zbl 1403.46016
García-Lirola, Luis; Raja, Matías
1
2018
Finite slicing in superreflexive Banach spaces. Zbl 1333.46012
Raja, M.
1
2015
Metrization theory and the Kadec property. Zbl 1351.46002
Ferrari, S.; Oncina, L.; Orihuela, J.; Raja, M.
1
2016
Generalized metric properties of spheres and renorming of Banach spaces. Zbl 1433.46007
Ferrari, Simone; Orihuela, José; Raja, Matías
3
2019
Asymptotic and coarse Lipschitz structures of quasi-reflexive Banach spaces. Zbl 1418.46009
Lancien, G.; Raja, M.
5
2018
On strong asymptotic uniform smoothness and convexity. Zbl 1403.46016
García-Lirola, Luis; Raja, Matías
1
2018
Szlenk indices of convex hulls. Zbl 1367.46009
Lancien, G.; Procházka, A.; Raja, M.
5
2017
Super WCG Banach spaces. Zbl 1351.46010
Raja, M.
6
2016
Weakly metrizability of spheres and renormings of Banach spaces. Zbl 1345.46005
Ferrari, S.; Orihuela, J.; Raja, M.
4
2016
Metrization theory and the Kadec property. Zbl 1351.46002
Ferrari, S.; Oncina, L.; Orihuela, J.; Raja, M.
1
2016
Conditionality constants of quasi-greedy bases in super-reflexive Banach spaces. Zbl 1334.41043
Albiac, F.; Ansorena, J. L.; Garrigós, G.; Hernández, E.; Raja, M.
3
2015
Finite slicing in superreflexive Banach spaces. Zbl 1333.46012
Raja, M.
1
2015
Radon-Nikodým indices and measures of weak noncompactness. (Radon-Nikodým indexes and measures of weak noncompactness.) Zbl 1319.46014
Cascales, B.; Pérez, A.; Raja, M.
3
2014
Two applications of smoothness in \(C(K)\) spaces. Zbl 1322.46010
Raja, Matías
1
2014
On asymptotically uniformly smooth Banach spaces. Zbl 1282.46014
Raja, M.
4
2013
Compact spaces of Szlenk index \(\omega\). Zbl 1257.46007
Raja, M.
3
2012
Scalar boundedness of vector-valued functions. Zbl 1242.28019
Raja, Matías; Rodríguez, José
1
2012
On weak\(^*\) uniformly Kadec-Klee renormings. Zbl 1195.46010
Raja, M.
10
2010
Continuity at the extreme points. Zbl 1165.46001
Raja, M.
2
2009
Finitely dentable functions, operators and sets. Zbl 1183.46018
Raja, Matias
10
2008
Dentability indices with respect to measures of non-compactness. Zbl 1139.46023
Raja, M.
7
2007
Distance to spaces of continuous functions. Zbl 1118.46012
Cascales, B.; Marciszewski, W.; Raja, M.
15
2006
Embedding \(\ell_1\) as Lipschitz functions. Zbl 1077.46007
Raja, M.
1
2005
Descriptive compact spaces and renorming. Zbl 1101.46014
Oncina, L.; Raja, M.
12
2004
Bounded tightness for weak topologies. Zbl 1081.46001
Cascales, B.; Raja, M.
3
2004
Weak\(^*\) locally uniformly rotund norms and descriptive compact spaces. Zbl 1024.46005
Raja, M.
14
2003
First Borel class sets in Banach spaces and the asymptotic-norming property. Zbl 1065.46010
Raja, M.
3
2003
Measurable selectors for the metric projection. Zbl 1051.41017
Cascales, B.; Raja, M.
2
2003
On dual locally uniformly rotund norms. Zbl 1024.46004
Raja, M.
13
2002
On some class of Borel measurable maps and absolute Borel topological spaces. Zbl 1026.54039
Raja, M.
6
2002
Kadec norms and Borel sets in a Banach space. Zbl 0935.46021
Raja, M.
17
1999
Locally uniformly rotund norms. Zbl 1031.46022
Raja, M.
17
1999
Numerical solution of an electrically conducting viscous incompressible fluid. Zbl 0505.76127
Raja, M.; Jain, P. C.
1
1983
Splitting-up technique for Burgers’ equations. Zbl 0432.35071
Jain, P. C.; Raja, M.
6
1979

Citations by Year